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Addressing fundamental problems in modern Western approaches to art, this bold, brilliant, and important book proposes a new and flexible conceptual framework for the understanding of art by replacing the notion of the "visual arts" with that of the "spatial arts." 350 illustrations.
Is planet earth the end of the line, or is space itself the next stop? Cyberspace. It's incredible, taking us to any part of the planet we want to visit. But as Paul Levinson shows in his brilliant new book, when it comes to transport, we're still stuck in the past, preferring to take our bodies with us. Whether it's trains, yachts, scooters or pogo-sticks, we're compelled to keep moving, our movements curtailed only by the earth itself. In our imaginations however, we soar way past the limits of current technology. With a lucid but reflective style that takes in everything from robots and science fiction to religion and philosophy, Paul Levinson asks why there is a deep seated human desire to know what's 'out there'. Why, after getting a man on the moon, did the US space program develop so slowly? In a world where space is constantly repackaged, how do we know what real space is? Is our desire to get into space natural, or a religious craving, and is it a modern phenomenon, or did our ancestors also dream of escaping the clutches of Mother Earth? Jam-packed with exciting, innovative, even revolutionary thinking about our future, Realspace is essential reading for everyone who has ever sat at their desk, gazed into the distance and imagined boarding a space shuttle...
Is planet earth the end of the line, or is space itself the next stop? Cyberspace. It's incredible, taking us to any part of the planet we want to visit. But as Paul Levinson shows in his brilliant new book, when it comes to transport, we're still stuck in the past, preferring to take our bodies with us. Whether it's trains, yachts, scooters or pogo-sticks, we're compelled to keep moving, our movements curtailed only by the earth itself. In our imaginations however, we soar way past the limits of current technology. With a lucid but reflective style that takes in everything from robots and science fiction to religion and philosophy, Paul Levinson asks why there is a deep seated human desire to know what's 'out there'. Why, after getting a man on the moon, did the US space program develop so slowly? In a world where space is constantly repackaged, how do we know what real space is? Is our desire to get into space natural, or a religious craving, and is it a modern phenomenon, or did our ancestors also dream of escaping the clutches of Mother Earth? Jam-packed with exciting, innovative, even revolutionary thinking about our future, Realspace is essential reading for everyone who has ever sat at their desk, gazed into the distance and imagined boarding a space shuttle...
Essays at the intersection of philosophy and architecture explore how we understand and inhabit space. To be outside allows one a fresh perspective on the inside. In these essays, philosopher Elizabeth Grosz explores the ways in which two disciplines that are fundamentally outside each another—architecture and philosophy—can meet in a third space to interact free of their internal constraints. "Outside" also refers to those whose voices are not usually heard in architectural discourse but who inhabit its space—the destitute, the homeless, the sick, and the dying, as well as women and minorities. Grosz asks how we can understand space differently in order to structure and inhabit our living arrangements accordingly. Two themes run throughout the book: temporal flow and sexual specificity. Grosz argues that time, change, and emergence, traditionally viewed as outside the concerns of space, must become more integral to the processes of design and construction. She also argues against architecture's historical indifference to sexual specificity, asking what the existence of (at least) two sexes has to do with how we understand and experience space. Drawing on the work of such philosophers as Henri Bergson, Roger Caillois, Gilles Deleuze, Jacques Derrida, Luce Irigaray, and Jacques Lacan, Grosz raises abstract but nonformalistic questions about space, inhabitation, and building. All of the essays propose philosophical experiments to render space and building more mobile and dynamic.
High above the sky lies Space, the new frontier. A vast, boundless region which has forever mystified and intrigued the minds of man. Today, as never before, mankind is on the brink of its greatest adventure--interplanetary flight into the unknown universe. Why men want to go to Space, what they will find when they get there, what will happen to them when they do, and how they will solve the problems of Space, are all excitingly described in detail in this absorbing book. Here is a fascinating glance at the world of the near future; a world in which such expressions as escape velocity, nuclear reactors, space junk, asteroids, and intergalactic flight will be as common as automobiles and jet places are today. The Real Book About Space Travel is filled with interesting information that will help people to ditinguish between the possible and the impossible and tells them what they can expect of the future. It bridges the gap between fiction and fact and will make highly important reading for the science as well as the science-fiction fan.
With cutting-edge materials and minute electronic devices being produced by the latest nanoscale fabrication technology, it is essential for scientists and engineers to rely on first-principles (ab initio) calculation methods to fully understand the electronic configurations and transport properties of nanostructures. It is now imperative to introduce practical and tractable calculation methods that accurately describe the physics in nanostructures suspended between electrodes.This timely volume addresses novel methods for calculating electronic transport properties using real-space formalisms free from geometrical restrictions. The book comprises two parts: The first details the basic formalism of the real-space finite-difference method and its applications. This provides the theoretical foundation for the second part of the book, which presents the methods for calculating the properties of electronic transport through nanostructures sandwiched by semi-infinite electrodes.
Grab your space suit and get ready to use math to explore space! 3 ... 2 ... 1 ... blast off! Space scientists use math every day to explore our universe. Join a real astronomer on an amazing adventure to COUNT the planets, MEASURE the stars, ADD on the space station, and more. Then test your math skills with special You Can Do It challenges. This brand-new series demonstrates how math skills can be applied to high-interest topics and careers in Coding, Building, Tracking Animals, and Space Exploration. The K-2 math concepts include counting 1-100 with basic addition and subtraction, using the power of 10, measuring, and simple geometry. Real world scientists, architects, programmers, and mathematicians model hands-on, from-the-field experiences in a way that will make children excited to use and expand their math skills!
They can run, but they can't hide. Also, they can't run. A routine resupply stop takes a terrifying turn when the crew of the Arete realize they're unable to access astral space. Now, intelligence services across the galaxy are realizing that the advanced haathee vessel is trapped in realspace and unable to flee. Now, Captain Jessie Ramsey has to play the less enviable role in a game of cat and mouse. Her ship is tough, great in a fight, but there's only so much she can handle at once. Meanwhile, the crew scrambles to find a way to repair the star-drive. They have limited materials on hand, a damaged example unit that was jury-rigged to begin with, and no one who knows exactly how one is supposed to work. Hunting pirates was supposed to earn them goodwill, but it's hard to recruit when you're being pursued by Martian warships and a band of pirates who desperately want something you stole from them. All in a day's work for an outlaw starship captain.
Designed for a first course in real variables, this text presents the fundamentals for more advanced mathematical work, particularly in the areas of complex variables, measure theory, differential equations, functional analysis, and probability. Geared toward advanced undergraduate and graduate students of mathematics, it is also appropriate for students of engineering, physics, and economics who seek an understanding of real analysis. The author encourages an intuitive approach to problem solving and offers concrete examples, diagrams, and geometric or physical interpretations of results. Detailed solutions to the problems appear within the text, making this volume ideal for independent study. Topics include metric spaces, Euclidean spaces and their basic topological properties, sequences and series of real numbers, continuous functions, differentiation, Riemann-Stieltjes integration, and uniform convergence and applications.
This book presents many of the main developments of the past two decades in the study of real submanifolds in complex space, providing crucial background material for researchers and advanced graduate students. The techniques in this area borrow from real and complex analysis and partial differential equations, as well as from differential, algebraic, and analytical geometry. In turn, these latter areas have been enriched over the years by the study of problems in several complex variables addressed here. The authors, M. Salah Baouendi, Peter Ebenfelt, and Linda Preiss Rothschild, include extensive preliminary material to make the book accessible to nonspecialists. One of the most important topics that the authors address here is the holomorphic extension of functions and mappings that satisfy the tangential Cauchy-Riemann equations on real submanifolds. They present the main results in this area with a novel and self-contained approach. The book also devotes considerable attention to the study of holomorphic mappings between real submanifolds, and proves finite determination of such mappings by their jets under some optimal assumptions. The authors also give a thorough comparison of the various nondegeneracy conditions for manifolds and mappings and present new geometric interpretations of these conditions. Throughout the book, Cauchy-Riemann vector fields and their orbits play a central role and are presented in a setting that is both general and elementary.